Amortisation explained

Amortisation explained

Understand what amortisation means, how it works, and why it matters, with simple formulas, schedules, and examples for smarter loan and financial planning.

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What is Amortisation

Amortisation is the process of reducing something in value over time or spreading out a cost across many months or years. In finance and accounting, the term is used in two main ways. First, it describes how the cost of an intangible asset, such as a patent or trademark, is gradually shown in accounts over its useful life. Second, and more often, it refers to how loans are paid back in regular, scheduled instalments that cover both the amount borrowed and the interest charged on it. Each payment gradually lowers the amount still owed until the loan is fully repaid. Understanding amortisation helps individuals and businesses plan their finances, budget for expenses, and see clearly how values change with time.

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What is Amortization of a loan

The amortisation of a loan is the fair and organised way to pay back money that you have borrowed. When you take out a loan, such as for a house or a car, you agree to repay both the original amount borrowed and the cost of borrowing, known as interest. Amortisation breaks down these repayments into equal amounts that you pay at regular intervals, usually each month. Over the early years of the loan, more of your payment goes towards interest and less towards reducing what you originally borrowed. As time goes by, this balance slowly shifts, and more of each payment starts to reduce the amount still owed. The end result is that the loan is fully paid off at the end of the agreed term.


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How is Amortisation calculated?

Amortisation is calculated using a clear method. Follow these steps:

  • Step 1: Identify the total loan amount.
  • Step 2: Check the annual interest rate.
  • Step 3: Confirm the loan term in years.
  • Step 4: Convert the annual interest rate into a monthly rate by dividing it by 12.
  • Step 5: Multiply the number of years by 12 to get the total number of monthly payments.

Formula for monthly payment:

In mathematical form:


M = P × r × (1 + r)^n ÷ ((1 + r)^n − 1)

Where:

M = Monthly payment
P = Loan amount
r = Monthly interest rate
n = Total number of monthly payments


This formula calculates the fixed monthly payment in an amortised loan.

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Advantages of Amortization

Amortisation offers many benefits for both individuals and businesses. It provides a clear repayment structure and helps borrowers manage their money more effectively. Because payments are planned, it reduces uncertainty and makes financial planning easier over time.


  • It spreads loan payments over a fixed period, making them easier to manage.
  • It gives borrowers a clear end date for when the loan will be fully paid.
  • It keeps monthly payments regular and predictable, which supports better budgeting.
  • It gradually reduces the total debt with every payment made.
  • It helps borrowers compare different loan options more easily.
  • It allows businesses to match the cost of an asset with the income it generates.
  • It provides a clearer view of overall financial health.
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How Amortization work

Amortisation works by dividing a loan into a series of fixed payments that are made over time, usually each month. Each payment contains two parts: one part pays some of the interest for the period, and the other part reduces the amount borrowed, called the principal. When your loan begins, more of each payment tends to go towards interest, because the outstanding amount is higher. As time goes on and your balance drops, the interest portion shrinks, and more of your payment starts to reduce the principal. This process continues until all the interest and the principal have been paid in full at the end of the loan term. Many lenders provide an amortisation schedule so that you can follow this process easily.

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Conclusion

Amortisation is a simple yet powerful financial concept that affects both loans and the way costs are spread in accounting. For loans, it means paying off debt in regular instalments that cover both the principal and the interest. This makes repayments predictable and easier to manage over time. For businesses, amortisation helps show the true cost of long-term investments and assets in their accounts. By understanding how amortisation works and how it is calculated, individuals can make wiser financial choices and plan better for the future. Clear knowledge of amortisation supports good budgeting, careful borrowing, and stronger financial health overall. 

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Key offerings: 3 loan types

Personal loan interest rate and applicable charges

Type of fee

Applicable charges

Rate of interest per annum

10% to 30% p.a.

Processing fees

Up to 3.93% of the loan amount (inclusive of applicable taxes).

Flexi Facility Charge

Term Loan – Not applicable

Flexi Loans –Up To Rs 1,999 To Up To Rs 18,999/- (Inclusive Of Applicable Taxes)

Will be deducted upfront from loan amount.

Bounce charges

Rs. 700 to Rs. 1,200/- per bounce

“Bounce charges” shall mean charges for (i) dishonor of any payment instrument; or (ii) non-payment of instalment (s) on their respective due dates due to dishonor of payment mandate or non-registration of the payment mandate or any other reason.

Part-prepayment charges

Full Pre-payment:

  • Term Loan: Up to 4.72% (Inclusive of applicable taxes) on the outstanding loan amount as on the date of full pre-payment

  • Flexi Term (Dropline) Loan: Up to 4.72% (Inclusive of applicable taxes) on the outstanding loan amount, as on the date of full prepayment.

  • Flexi Hybrid Term Loan: Up to 4.72% (Inclusive of applicable taxes) on the outstanding loan amount, as on the date of full prepayment.

Part Pre-payment

  • Up to 4.72% (Inclusive of applicable taxes) of the principal amount of Loan prepaid on the date of such part Pre-Payment.

  • Not Applicable for Flexi Term (Dropline) Loan and Flexi Hybrid Term Loan.

Penal charge

Delay in payment of instalment(s) shall attract Penal Charge at the rate of up to 36% per annum per instalment from the respective due date until the date of receipt of the full instalment(s) amount.

Stamp duty (as per respective state)

Payable as per state laws and deducted upfront from loan amount.

Annual maintenance charges

Term Loan: Not applicable

Flexi Term (Dropline) Loan:

Up to 0.295% (Inclusive of applicable taxes) of the Dropline limit (as per the repayment schedule) on the date of levy of such charges.


Flexi Hybrid Term Loan:

Up to 0.472% (Inclusive Of Applicable Taxes) Of The Dropline Limit During Initial Tenure. Up to 0.295% (Inclusive Of Applicable Taxes) Of Dropline Limit During Subsequent Tenure

Disclaimer

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